Answer
$µ_1=µ_2\neµ_3$
Work Step by Step
Do not reject that $µ_1=µ_2$. The 95% confidence interval contains the 0.
Reject that $µ_1=µ_3$. The 95% confidence interval is entirely positive, that is, it does not contain the 0.
Reject that $µ_2=µ_3$. The 95% confidence interval is entirely positive, that is, it does not contain the 0.